Convert the matrix to a system of equations, using the numbers in the first column as coefficients for x and numbers in the second column as coefficients for y.

\(x=5\)

\(y=-1\)

The system is consistent because there are no equations,or combination of equations, that are false for all real values of the variables. consistent

In this case, the solution is the system of equations. \(x=5\)

\(y=-1\)